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Mathematics, 29.09.2019 04:30 shambrayperkins

Question 1 [(1+2)+6+4 marks) consider the subspace w = span{(-1,1,,2,1)}. (a) () find the dot product of the two vectors given. (ii) find the dimension of w, explaining your reasoning. (b) use the gram-schmidt process to make the basis vectors into an orthogonal set. then make each vector into a unit vector. (c) find the orthogonal projection of the vector x=(2,1,1) onto w.

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Question 1 [(1+2)+6+4 marks) consider the subspace w = span{(-1,1,,2,1)}. (a) () find the dot produc...
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